Re: [Geographiclib-users] defining a projection (modified)
Geographic library
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From: Charles K. <cha...@sr...> - 2013-04-24 11:39:18
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Hugh, You can perform this projection (but without the false easting and false northing offsets) with TransverseMercatorProj -l 145 -e 6378160 1/298.25 -k 1 E.g., echo -37 145.5 | TransverseMercatorProj -l 145 -e 6378160 1/298.25 -k 1 -> 44506.1549112743 -4096642.0780917532 -0.3009124466146239 1.0000243910016182 echo 44506.1549112743 -4096642.0780917532 | TransverseMercatorProj -l 145 -e 6378160 1/298.25 -k 1 -r -> -37.000000000000007 145.500000000000000 -0.3009124466146240 1.0000243910016182 The 3rd and 4th numbers in the output are the meridian convergence and scale. Applying the false easting and false northing offsets is straightforward. Use "TransverseMercatorProj --help" for full documentation on this utility. You can also carry out the projection in C++ code using the TransverseMercator class. --Charles On Mon, Dec 10, 2012 at 4:19 AM, hugh <hdixon@...> wrote: > Hi, > I am wanting to convert eastings and northings into lats and longs. I > am a civil engineer, not a surveyor, but have dabbled with projections > in the past so know a little. > > I have been told my E / N are in a pseudo AMG (UTM) projection. I > have been given the following parameters: > > PSEUDO AMG 1966 > > Projection: Transverse_Mercator > False_Easting: 500000.000000 > False_Northing: 10000000.000000 > Central_Meridian: 145.000000 > Scale_Factor: 1.000000 > Latitude_Of_Origin: 0.000000 > Linear Unit: Meter (1.000000) > > Geographic Coordinate System: GCS_Australian_1966 > Angular Unit: Degree (0.017453292519943299) > Prime Meridian: Greenwich (0.000000000000000000) > Datum: D_Australian_1966 > Spheroid: Australian > Semimajor Axis: 6378160.000000000000000000 > Semiminor Axis: 6356774.719195305400000000 > Inverse Flattening: 298.250000000000000000 > > > To me this looks like the standard UTM, except for the scale factor. > Is this correct? > > Any someone suggest an open source library I can use to convert these > co ordinates into lats and longs. > > Thanks > Hugh |